526=2(3(64)+7)2w

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Solution for 526=2(3(64)+7)2w equation:


Simplifying
526 = 2(3(64) + 7) * 2w

Multiply 3 * 64
526 = 2(192 + 7) * 2w

Combine like terms: 192 + 7 = 199
526 = 2(199) * 2w

Multiply 2 * 199
526 = 398 * 2w

Multiply 398 * 2
526 = 796w

Solving
526 = 796w

Solving for variable 'w'.

Move all terms containing w to the left, all other terms to the right.

Add '-796w' to each side of the equation.
526 + -796w = 796w + -796w

Combine like terms: 796w + -796w = 0
526 + -796w = 0

Add '-526' to each side of the equation.
526 + -526 + -796w = 0 + -526

Combine like terms: 526 + -526 = 0
0 + -796w = 0 + -526
-796w = 0 + -526

Combine like terms: 0 + -526 = -526
-796w = -526

Divide each side by '-796'.
w = 0.6608040201

Simplifying
w = 0.6608040201

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